morphologies. [6][7][8][9] Plasmon hybridization, [ 10,11 ] Fano resonances, [ 12,13 ] and electromagnetically induced transparency [ 14 ] are among the feats that have been realized and broadly used to understand and design plasmonic devices. The range of applications of plasmon excitations is vast and includes optical sensing, [15][16][17][18] quantum electrodynamics, [ 19,20 ] nonlinear optics, [ 21,22 ] photovoltaic technologies, [ 23 ] and medical diagnosis and treatment. [ 24,25 ] Extensive experimental efforts are currently underway to fi nd materials with improved plasmonic performance, in particular in the mid-infrared and terahertz parts of the electromagnetic spectrum. Examples of such materials are low-Tc [ 26 ] and high-Tc superconductors, [ 14 ] conductive oxides, [ 27 ] and graphene. [28][29][30][31][32][33][34] The latter exhibits a peculiar electronic structure, which enables unprecedented levels of electrooptical tunability via chemical or electrostatic doping: [35][36][37] electrons in graphene behave as massless Dirac fermions characterized by a linear energy/ momentum dispersion relation and a vanishing density of states at the Fermi energy, so that a few additional charge carriers produce a large shift in the chemical potential. Dirac charge carriers are also found in 3D topological insulator (TI) materials-i.e., quantum systems characterized by an insulating electronic gap in the bulk, whose opening is due to strong spin-orbit interaction, and gapless surface states atThe great potential of Dirac electrons for plasmonics and photonics has been readily recognized after their discovery in graphene, followed by applications to smart optical devices. Dirac carriers are also found in topological insulators (TIs)-quantum systems having an insulating gap in the bulk and intrinsic Dirac metallic states at the surface. Here, the plasmonic response of ring structures patterned in Bi 2 Se 3 TI fi lms is investigated through terahertz (THz) spectroscopy. The rings are observed to exhibit a bonding and an antibonding plasmon modes, which we tune in frequency by varying their diameter. An analytical theory based on the THz conductance of unpatterned fi lms is developed, which accurately describes the strong plasmon-phonon hybridization and Fano interference experimentally observed as the bonding plasmon is swiped across the prominent 2 THz phonon exhibited by this material. This